This appears to be a descending sequence of perfect squares: 14^2 = 196, 13^2 = 169, 12^2 = 144, 11^2 = 121, 10^2 = 100. However, the last term shown is 101, which suggests either a typo in the question or the sequence ends at 100. Given the options, 101 is the next logical continuation if we're looking for what comes after 100.